Question

Let S be the smallest set of positive integers such that

(1) 2 ∈ S.

(2) n ∈ S whenever n^2∈S.

(3) (n+p)^2∈S whenever n ∈ S for any positive integer p>1.

Determine what positive integers, if any, are not in S for each possible p.

pls answer

Answer 1

Answer:

the answer is

1=2

2=5

3=i dont know